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C h a p t e r 3 : A n t e n n a B a s i c s 87<br />

Fields<br />

Originally conceived as a way of helping us understand and predict the observed effect<br />

of charges and magnets on other objects in the absence of any direct physical connection<br />

between the source and the affected objects, fields have acquired a life of their own. This<br />

“action at a distance” can be thought of as analogous to the way gravitational forces act.<br />

If a voltage is applied between two points (in space, in a circuit, etc.), an electric field is<br />

said to exist between those points. Similarly, if a current flows in a wire or other conducting<br />

medium, a magnetic field is said to surround the conductor. A common high school<br />

physics experiment provides graphic proof of this: As shown in Fig. 3.1, currents flowing<br />

in the same direction in two parallel wires will cause the two wires to be attracted to each<br />

other, and unrestrained sections of the two wires will actually move toward each other!<br />

Reversing the direction of current flow in one of the wires will push the wires apart. The<br />

force between the wires is proportional to the product of the magnitudes of the two currents<br />

and inversely proportional to the distance between them. Note a very important<br />

aspect of magnetic fields: The force is at right angles to the direction of current flow!<br />

Whether electric or magnetic, however, all fields originate with electric charges. A<br />

motionless electric charge creates a static, or non-time-varying, electric field. A moving electric<br />

charge traveling at a constant velocity creates a static magnetic field (which is at right<br />

angles to the direction of electron motion). Since a steady electric current in a wire is the<br />

result of many electric charges moving with a constant speed past any point in that wire,<br />

we can conclude that such a current will result in a steady magnetic field around the wire.<br />

However, it is only when we rapidly vary the velocity of electric charges that electromagnetic<br />

radiation (and, hence, radio waves) becomes possible. In the same way that you<br />

cause your vehicle to go from being stopped at a traffic light to moving smoothly at 30<br />

mph along a city street by accelerating it to the new speed after the light turns green, the<br />

only way to cause the velocity of electric charges to vary is by accelerating or decelerating<br />

those charges. In short, the possibility that radio waves can exist is the direct result of electric<br />

charges undergoing<br />

acceleration or deceleration.<br />

While there is more<br />

–<br />

Battery<br />

+<br />

d<br />

I 1<br />

Force<br />

I 2<br />

– +<br />

than one way to accelerate<br />

charged particles, the<br />

only method we need to<br />

concern ourselves with<br />

in this book is the application<br />

of rapidly varying<br />

voltages and currents to<br />

wires or other conducting<br />

structures.<br />

Two other conditions<br />

are necessary for gener-<br />

Force I 1<br />

x I 2<br />

d<br />

Battery<br />

Figure 3.1 The force<br />

between current-carrying<br />

parallel wires.

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